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Binomial Products - FOIL Method>
Binomial Products – FOIL MethodBinomial Products – FOIL Method
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Question 1 of 6
1. Question
Expand and simplify.`(x+2)(y+3)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(x)(y)}+\color{#9a00c7}{(x)(3)}+\color{#007DDC}{(2)(y)}+\color{#e65021}{(2)(3)}$$ `=` `xy+3x+2y+6` `xy+3x+2y+6` -
Question 2 of 6
2. Question
Expand and simplify.`(p+6)(q+4)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(p)(q)}+\color{#9a00c7}{(p)(4)}+\color{#007DDC}{(6)(q)}+\color{#e65021}{(6)(4)}$$ `=` `pq+4p+6q+24` `pq+4p+6q+24` -
Question 3 of 6
3. Question
Expand and simplify.`(5a-6)(b-2)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(5a)(b)}+\color{#9a00c7}{(5a)(-2)}+\color{#007DDC}{(-6)(b)}+\color{#e65021}{(-6)(-2)}$$ `=` `5ab+(-10a)+(-6b)+12` `=` `5ab-10a-6b+12` `5ab-10a-6b+12` -
Question 4 of 6
4. Question
Expand and simplify.`(2m+1)(3n-4)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(2m)(3n)}+\color{#9a00c7}{(2m)(-4)}+\color{#007DDC}{(1)(3n)}+\color{#e65021}{(1)(-4)}$$ `=` `6mn+(-8m)+3n-4` `=` `6mn-8m+3n-4` `6mn-8m+3n-4` -
Question 5 of 6
5. Question
Expand and simplify.`(6v+4)(2u-5)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(6v)(2u)}+\color{#9a00c7}{(6v)(-5)}+\color{#007DDC}{(4)(2u)}+\color{#e65021}{(4)(-5)}$$ `=` `12vu+(-30v)+8u-20` `=` `12vu-30v+8u-20` `12vu-30v+8u-20` -
Question 6 of 6
6. Question
Expand and simplify.`(a+2)(a+3)`Hint
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FOIL Method
Use the FOIL Method to expand and simplify the expression.Multiply the First, Outside, Inside, and Last terms, then simplify.$$\color{#00880A}{(a)(a)}+\color{#9a00c7}{(a)(3)}+\color{#007DDC}{(2)(a)}+\color{#e65021}{(2)(3)}$$ `=` `a^2+3a+2a+6` `=` `a^2+5a+6` `a^2+5a+6`
Quizzes
- Binomial Products – Distributive Property
- Binomial Products – FOIL Method
- FOIL Method – Same First Variable 1
- FOIL Method – Same First Variable 2
- FOIL Method – 3 Terms
- Expand Perfect Squares
- Difference of Two Squares
- Expand Longer Expressions
- Highest Common Factor 1
- Highest Common Factor 2
- Factorise a Polynomial (HCF)
- Factorise a Polynomial 1
- Factorise a Polynomial 2
- Factorise a Polynomial with Integers
- Factorise Difference of Two Squares 1
- Factorise Difference of Two Squares 2
- Factorise Difference of Two Squares 3
- Factorise by Grouping in Pairs
- Factorise Difference of Two Squares (Harder) 1
- Factorise Difference of Two Squares (Harder) 2
- Factorise Difference of Two Squares (Harder) 3
- Factorise Trinomials (Quadratics) 1
- Factorise Trinomials (Quadratics) 2
- Factorise Trinomials (Quadratics) 3
- Factorise Trinomials (Quadratics) w Coefficient more than 1 (1)
- Factorise Trinomials (Quadratics) w Coefficient more than 1 (2)
- Factorise Trinomials (Quadratics) w Coefficient more than 1 (3)
- Factorise Trinomials (Quadratics) – Complex